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YOUR TURN! DETERMINE WHICH ANGLE THE ANGLES LIE, THEN FIND THE INDICATED TRIGONOMETRIC FUNCTION VALUES. SHOW SOLUTION. (1/2 CROSSWISE) 1. Given \( \sin \theta=\frac{3}{5} \) and \( \cos \theta>0 \), find \( \tan \theta \) and \( \sec \theta \). 2. If \( \cos \theta=-\frac{4}{5} \) and \( \cot \theta \) is negative find \( \csc \theta \) and \( \tan \theta \) 3. If \( \tan \theta=\frac{84}{13} \) and the terminal side of \( \theta \) lies in quadrant 3 , find \( \sin \theta \) and \( \sec \theta \) If \( \cot \theta=1 \) and the terminal side of \( \theta \) lies in quadrant 1 , find \( \csc \theta \) and \( \cos \theta \)

          YOUR TURN! DETERMINE WHICH ANGLE THE ANGLES LIE, THEN FIND THE INDICATED TRIGONOMETRIC FUNCTION VALUES. SHOW SOLUTION. (1/2 CROSSWISE)
1. Given \( \sin \theta=\frac{3}{5} \) and \( \cos \theta>0 \), find \( \tan \theta \) and \( \sec \theta \).
2. If \( \cos \theta=-\frac{4}{5} \) and \( \cot \theta \) is negative find \( \csc \theta \) and \( \tan \theta \)
3. If \( \tan \theta=\frac{84}{13} \) and the terminal side of \( \theta \) lies in quadrant 3 , find \( \sin \theta \) and \( \sec \theta \) If \( \cot \theta=1 \) and the terminal side of \( \theta \) lies in quadrant 1 , find \( \csc \theta \) and \( \cos \theta \)

YOUR TURN! DETERMINE WHICH ANGLE THE ANGLES LIE, THEN FIND THE INDICATED TRIGONOMETRIC FUNCTION VALUES. SHOW SOLUTION. (1/2 CROSSWISE)
1. Given sinθ=(3)/(5) and cosθ>0, find tanθ and secθ.
2. If cosθ=-(4)/(5) and cotθ is negative find cscθ and tanθ
3. If tanθ=(84)/(13) and the terminal side of θ lies in quadrant 3 , find sinθ and secθ If cotθ=1 and the terminal side of θ lies in quadrant 1 , find cscθ and cosθ

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